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An Improved Method for the Geometrical Calibration of Parallelogram-based Parallel Robots

机译:一种改进的平行四边形平行机器人几何校准方法

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This paper presents an improved method for the geometrical calibration of parallel robots for which the structure is based upon some parallelogram mechanisms. Its originality is to identify the complete geometry of the mechanism's parallelograms, and to compensate the positioning error of the TCP (Tool Centre Point), due to the infinitesimal rotation of the traveling plate, induced by the parallelogram geometrical errors. The main difficulties are: (i) to derive the calibration model relative to all geometrical parameters, and (ii) to reuse the identified errors in a control model in order to compensate the positioning errors. In fact, the position relationship taking into account the full geometry of the parallelograms is difficult, not to say impossible, to derive in a close form; therefore a linear approximation of the model is proposed/The formulas necessary to run the method on a Delta robot are given. Then a simple mechanism is used to illustrate the benefits of this method compared to classical ones.
机译:本文提出了一种改进的方法,用于基于一些平行四边形机制的平行机器人的几何校准。其原创性是识别机制平行四边形的完整几何形状,并通过平行四边形几何误差引起的行驶板的无限旋转,来补偿TCP(工具中心点)的定位误差。主要困难是:(i)来导出相对于所有几何参数的校准模型,(ii)以重用控制模型中的识别错误以补偿定位误差。事实上,考虑到平行四边形的完整几何形状的位置关系很难,而不是说不可能,以靠近形式衍生;因此,提出了模型的线性逼近/给出了在达达机器人上运行该方法所需的公式。然后,与古典公司相比,使用简单的机制来说明该方法的益处。

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